Sunday, August 30, 2009

Post 2

the second week of calc is over and i feel like i know a good bit even though its eof my hardest classes.it's getting better. I am understanding everything a lot better.

last year i slacked during the log chaper and i didnt know it because i played block dude everyday. I get everything from last year with the normal logs too. john taught me all the logs from last year. Log4=x which equals x=2 thats prettty easyyy. i understand the natural log properties from this past week when you plug everthing into the formula and simplify. Its pretty easy most times. we have ln(x^5). You plug into the ln formula, 1/u * u', and you get 1/x^5 * 5x. When you multiply you get 5x/x^5 which simplifies to 5/x (you cancel the x's). I understand that you may have to deal with multiple formulas in one problem. An example would be ln(x/(x^5 + 1)). In this problem you can see that you have to deal with natural log and quotient rule.

Something I don't understand is the difference from u^n and a^u. and i dont understand the arc trig functions with all the algebra. all the algebra in these problems mess me up and i end up messing it up. i hear sarah is pretty good at those btw hahahaha

everyone is at my house at the moment studying the test we have on wednesday. is that a test or a quiz because we are not too sure. can someone answer that question as well?

3 comments:

  1. I THINK!!! that the difference between u^n and a^u is that a is a number and u can be numerous things.
    And for the algebra...I can't help you there v.v Sorry!

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  2. Oh it is sooo a test, a beast test.

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  3. okayy, so the only difference i see besides the whole U usually being a variable is A is usually associated with logs and where ever there's an "a" there is also a natural log in the derivative, if you look on your formula sheet, you'll see what i'm talking about.

    #11
    d
    --
    dx [LOGaU]= U'/ULNA

    and #12
    d
    --
    dx [A^u]=A^uLNA * U'
    (formula 12 is were a is a #)

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